Preliminary estimate for reinforcement steel quantity in residential buildings

Mahamid Ibrahim
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引用次数: 2

Abstract

The objective of this study was to develop prediction mathematical equations to compute reinforcement steel quantity in traditional residential buildings based on 158 sets of data collected in the West Bank in Palestine. The records related to the quantities were collected from consultancy firms that provide reinforced concrete design services. The data were collected for residential buildings up to four floors. Linear regression analysis was chosen to show the correlation between the included variables. The following variables were used in the regression models: quantity of reinforcement steel (dependent variable), structural element volume (independent variable) and floor area (independent variable). Fourteen models were developed; nine models were developed to compute the quantity of reinforcement steel in different structural elements: slabs, beams, columns and footings. The other five models were used to estimate the total steel quantity in a residential building. The coefficient of multiple determination (R2) of the developed models ranged from 0.70 to 0.82. This confirms a good correlation between the dependent and the independent variables. The accuracy of the developed models was tested using the mean absolute percentage error (MAPE) test. With MAPE values ranging from 21% to 36%, the results compare favourably with past research that indicated that accuracy between ±25% and ±50% at the early stages is acceptable. The results also show that the models built on structural element size have better accuracy than the models using floor area. Such types of equations are very useful, especially in their simplicity and ability to be handled by calculators or simple computer programmes.
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住宅建筑配筋量初步估算
本研究的目的是基于在巴勒斯坦西岸收集的158组数据,建立预测数学方程来计算传统住宅建筑的钢筋数量。与数量相关的记录是从提供钢筋混凝土设计服务的咨询公司收集的。这些数据是针对四层以下的住宅建筑收集的。采用线性回归分析显示所纳入变量之间的相关性。回归模型中使用了以下变量:配筋量(因变量)、结构单元体积(自变量)、建筑面积(自变量)。共开发了14种模型;开发了9个模型来计算不同结构单元(板、梁、柱和基础)中钢筋的数量。另外5个模型用于估算某住宅建筑的总钢量。所建模型的多重决定系数(R2)在0.70 ~ 0.82之间。这证实了因变量和自变量之间的良好相关性。采用平均绝对百分比误差(MAPE)检验所建立模型的准确性。MAPE值在21%到36%之间,与过去的研究结果相比,结果表明在早期阶段±25%到±50%的精度是可以接受的。结果还表明,基于结构单元尺寸的模型比基于建筑面积的模型具有更好的精度。这种类型的方程非常有用,特别是它们的简单性和可由计算器或简单的计算机程序处理的能力。
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来源期刊
CiteScore
3.10
自引率
0.00%
发文量
8
审稿时长
16 weeks
期刊最新文献
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